Table of Contents (1186 Pages Total)
Mathematics, Basic Math and Algebra (304 pages) Chapter
1. Number systems and sets
2. Positive Integers
3. Signed numbers
4. Common fractions
5. Decimals
6. Percentage and measurement
7. Exponents and radicals
8. Logarithms and the slide rule
9. Fundamentals of algebra
10. Factoring polynomials
11. Linear equations in one variable
12. Linear equations in two variables
13. Ratio, proportion, and variation
14. Dependence, function, and formulas
15. Complex numbers
16. Quadratic equations in one variable
17. Plane figures
18. Geometric constructions and solid figures
19. Numerical trigonometry
Appendix
I. Squares, cubes, square roots, cube roots logarithms and reciprocals of numbers
II. Natural sines, cosines, and tangents of angles from 0 to 90
III. Mathematical symbols
IV. Weights and measures
V. Formulas
Index
Mathematics, Trigonometry (272 pages)
Chapter
1. Logarithms
2. Computations with logarithms
3. Trigonometric measurement
4. Trigonometric analysis
5. Oblique triangles
6. Trigonometric identities and equations
7. Vectors and forces
Appendix
I. Common logarithms of numbers
II. Natural sines and cosines
III. Natural tangents and cotangents
Index
Mathematics, Pre-Calculus and Introduction to Probability< (384 pages)
Chapter
1. Straight lines
2. Conic sections
3. Tangents, normals and slopes of curves
4. Limits and differentiation
5. Derivatives
6. Integration
7. Integration formulas
8. Combinations and permutations
9. Probability
Appendix
I. Natural tangents and cotangents
Index
Mathematics, Introduction to Statistics, Number Systems and Boolean Algebra (226 pages)
Chapter
1. Sequence and series
2. Mathematical induction and the binomial theorem
3. Descriptive statistics
4. Statistical inference
5. Number systems
6. Sets and subsets
7. Boolean algebra
8. Boolean simplification
9. Matrices and determinants
Index
Mathematics, Basic Math and Algebra (304 pages) Chapter
1. Number systems and sets
2. Positive Integers
3. Signed numbers
4. Common fractions
5. Decimals
6. Percentage and measurement
7. Exponents and radicals
8. Logarithms and the slide rule
9. Fundamentals of algebra
10. Factoring polynomials
11. Linear equations in one variable
12. Linear equations in two variables
13. Ratio, proportion, and variation
14. Dependence, function, and formulas
15. Complex numbers
16. Quadratic equations in one variable
17. Plane figures
18. Geometric constructions and solid figures
19. Numerical trigonometry
Appendix
I. Squares, cubes, square roots, cube roots logarithms and reciprocals of numbers
II. Natural sines, cosines, and tangents of angles from 0 to 90
III. Mathematical symbols
IV. Weights and measures
V. Formulas
Index
Mathematics, Trigonometry (272 pages)
Chapter
1. Logarithms
2. Computations with logarithms
3. Trigonometric measurement
4. Trigonometric analysis
5. Oblique triangles
6. Trigonometric identities and equations
7. Vectors and forces
Appendix
I. Common logarithms of numbers
II. Natural sines and cosines
III. Natural tangents and cotangents
Index
Mathematics, Pre-Calculus and Introduction to Probability< (384 pages)
Chapter
1. Straight lines
2. Conic sections
3. Tangents, normals and slopes of curves
4. Limits and differentiation
5. Derivatives
6. Integration
7. Integration formulas
8. Combinations and permutations
9. Probability
Appendix
I. Natural tangents and cotangents
Index
Mathematics, Introduction to Statistics, Number Systems and Boolean Algebra (226 pages)
Chapter
1. Sequence and series
2. Mathematical induction and the binomial theorem
3. Descriptive statistics
4. Statistical inference
5. Number systems
6. Sets and subsets
7. Boolean algebra
8. Boolean simplification
9. Matrices and determinants
Index
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